Digital Design and Computer Architecture by David Harris, Sarah Harris

By David Harris, Sarah Harris

Digital layout and desktop Architecture is designed for classes that mix electronic good judgment layout with computing device organization/architecture or that train those topics as a two-course series. Digital layout and computing device Architecture starts with a contemporary method by way of carefully protecting the basics of electronic common sense layout after which introducing Description Languages (HDLs). that includes examples of the 2 such a lot widely-used HDLs, VHDL and Verilog, the 1st half the textual content prepares the reader for what follows within the moment: the layout of a MIPS Processor. through the tip of electronic layout and laptop structure, readers can be in a position to construct their very own microprocessor and may have a top-to-bottom knowing of ways it works--even in the event that they haven't any formal historical past in layout or structure past an introductory classification. David Harris and Sarah Harris mix an enticing and funny writing sort with an up to date and hands-on method of electronic layout.

· Unique presentation of electronic good judgment layout from the viewpoint of desktop structure utilizing a true guide set, MIPS.
· Side-by-side examples of the 2 so much favorite layout Languages--VHDL and Verilog--illustrate and examine the methods the every one can be utilized within the layout of electronic systems.
· Worked examples finish every one part to augment the reader's knowing and retention of the material.
· Companion website comprises hyperlinks to CAD instruments for FPGA layout from Synplicity and Xilinx,
lecture slides, laboratory initiatives, and options to routines.

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Solution: First define the inputs and outputs. The inputs are A and R, which indicate if there are ants and if it rains. A is TRUE when there are ants and FALSE when there are no ants. Likewise, R is TRUE when it rains and FALSE when the sun smiles on Ben. The output is E, Ben’s enjoyment of the picnic. E is TRUE if Ben enjoys the picnic and FALSE if he suffers. 10 shows the truth table for Ben’s picnic experience. Using sum-of-products form, we write the equation as: E ϭ AR. 11(a). 5: E ϭ A NOR R ϭ A ϩ R.

Qxd 1/27/07 10:20 AM Page 42 42 CHAPTER ONE From Zero to One a) Write 28910 in BCD. b) Convert 100101010001BCD to decimal. c) Convert 01101001BCD to binary. d) Explain why BCD might be a useful way to represent numbers. 42 A flying saucer crashes in a Nebraska cornfield. The FBI investigates the wreckage and finds an engineering manual containing an equation in the Martian number system: 325 ϩ 42 ϭ 411. If this equation is correct, how many fingers would you expect Martians have? 43 Ben Bitdiddle and Alyssa P.

For example, the maxterm for the first row of a two-input truth table is (A ϩ B) because (A ϩ B) is FALSE when A ϭ 0, B ϭ 0. We can write a Boolean equation for any circuit directly from the truth table as the AND of each of the maxterms for which the output is FALSE. 13. A R (b) Solution: The truth table has two rows in which the output is FALSE. Hence, the function can be written in product-of-sums form as Y ϭ (A ϩ B)(A ϩ B). The first maxterm, (A ϩ B), guarantees that Y ϭ 0 for A ϭ 0, B ϭ 0, because any value AND 0 is 0.

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